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<title>状态图 | Mermaid 中文网</title>
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class=text>集成 - 创建</p></a></div></div></div></section></div><div data-v-23084387 class=group><section data-v-252ba596 data-v-23084387 class="VPSidebarItem level-0 collapsible"><div data-v-252ba596 class=item role=button tabindex=0><div data-v-252ba596 class=indicator></div><h2 data-v-252ba596 class=text>⚙️ 部署与配置</h2><div data-v-252ba596 class=caret role=button aria-label="toggle section" tabindex=0><span data-v-252ba596 class="vpi-chevron-right caret-icon"></span></div></div><div data-v-252ba596 class=items><div data-v-252ba596 class="VPSidebarItem level-1 is-link"><div data-v-252ba596 class=item><div data-v-252ba596 class=indicator></div><a data-v-252ba596 class="VPLink link" href=https://mermaid.nodejs.cn/config/configuration.html><p data-v-252ba596 class=text>配置</p></a></div></div><div data-v-252ba596 class="VPSidebarItem level-1 is-link"><div data-v-252ba596 class=item><div data-v-252ba596 class=indicator></div><a data-v-252ba596 class="VPLink link" href=https://mermaid.nodejs.cn/config/usage.html><p data-v-252ba596 class=text>API 用法</p></a></div></div><div data-v-252ba596 class="VPSidebarItem level-1 is-link"><div data-v-252ba596 class=item><div data-v-252ba596 class=indicator></div><a data-v-252ba596 class="VPLink link" href=https://mermaid.nodejs.cn/config/setup/README.html><p data-v-252ba596 class=text>Mermaid API 配置</p></a></div></div><div data-v-252ba596 class="VPSidebarItem level-1 is-link"><div data-v-252ba596 class=item><div data-v-252ba596 class=indicator></div><a data-v-252ba596 class="VPLink link" href=https://mermaid.nodejs.cn/config/schema-docs/config.html><p data-v-252ba596 class=text>Mermaid 配置选项</p></a></div></div><div data-v-252ba596 class="VPSidebarItem level-1 is-link"><div data-v-252ba596 class=item><div data-v-252ba596 class=indicator></div><a data-v-252ba596 class="VPLink link" href=https://mermaid.nodejs.cn/config/icons.html><p data-v-252ba596 class=text>注册图标</p></a></div></div><div data-v-252ba596 class="VPSidebarItem level-1 is-link"><div data-v-252ba596 class=item><div data-v-252ba596 class=indicator></div><a data-v-252ba596 class="VPLink link" href=https://mermaid.nodejs.cn/config/directives.html><p data-v-252ba596 class=text>指令</p></a></div></div><div data-v-252ba596 class="VPSidebarItem level-1 is-link"><div data-v-252ba596 class=item><div data-v-252ba596 class=indicator></div><a data-v-252ba596 class="VPLink link" href=https://mermaid.nodejs.cn/config/theming.html><p data-v-252ba596 class=text>主题</p></a></div></div><div data-v-252ba596 class="VPSidebarItem level-1 is-link"><div data-v-252ba596 class=item><div data-v-252ba596 class=indicator></div><a data-v-252ba596 class="VPLink link" href=https://mermaid.nodejs.cn/config/math.html><p data-v-252ba596 class=text>算术</p></a></div></div><div data-v-252ba596 class="VPSidebarItem level-1 is-link"><div data-v-252ba596 class=item><div data-v-252ba596 class=indicator></div><a data-v-252ba596 class="VPLink link" href=https://mermaid.nodejs.cn/config/accessibility.html><p data-v-252ba596 class=text>无障碍</p></a></div></div><div data-v-252ba596 class="VPSidebarItem level-1 is-link"><div data-v-252ba596 class=item><div data-v-252ba596 class=indicator></div><a data-v-252ba596 class="VPLink link" href=https://mermaid.nodejs.cn/config/mermaidCLI.html><p data-v-252ba596 class=text>Mermaid 命令行</p></a></div></div><div data-v-252ba596 class="VPSidebarItem level-1 is-link"><div data-v-252ba596 class=item><div data-v-252ba596 class=indicator></div><a data-v-252ba596 class="VPLink link" href=https://mermaid.nodejs.cn/config/faq.html><p data-v-252ba596 class=text>常见问题</p></a></div></div></div></section></div></nav></aside><div class="VPContent has-sidebar" id=VPContent data-v-8515e7bd data-v-c28f9681><div data-v-eab3e7f3 data-v-c28f9681 class="VPDoc has-sidebar has-aside"><div data-v-eab3e7f3 class=container><div data-v-eab3e7f3 class=aside><div data-v-eab3e7f3 class=aside-curtain></div><div data-v-eab3e7f3 class=aside-container><div data-v-eab3e7f3 class=aside-content><div data-v-4d65cdb9 data-v-eab3e7f3 class=VPDocAside><nav data-v-2c5748eb data-v-4d65cdb9 aria-labelledby=doc-outline-aria-label class="VPDocAsideOutline has-outline"><div data-v-2c5748eb class=content><div data-v-2c5748eb class=outline-marker style=top:33px;opacity:0></div><div data-v-2c5748eb aria-level=2 class=outline-title id=doc-outline-aria-label role=heading>页面导航</div><ul data-v-9601d51b data-v-2c5748eb class="VPDocOutlineItem root"><li data-v-9601d51b><a data-v-9601d51b class=outline-link href=#states title=状态>状态</a><li data-v-9601d51b><a data-v-9601d51b class=outline-link href=#transitions title=过渡>过渡</a><li data-v-9601d51b><a data-v-9601d51b class=outline-link href=#start-and-end title=开始和结束>开始和结束</a><li data-v-9601d51b><a data-v-9601d51b class=outline-link href=#composite-states title=复合状态>复合状态</a><li data-v-9601d51b><a data-v-9601d51b class=outline-link href=#choice title=选择>选择</a><li data-v-9601d51b><a data-v-9601d51b class=outline-link href=#forks title=复刻>复刻</a><li data-v-9601d51b><a data-v-9601d51b class=outline-link href=#notes title=注意>注意</a><li data-v-9601d51b><a data-v-9601d51b class=outline-link href=#concurrency title=并发性>并发性</a><li data-v-9601d51b><a data-v-9601d51b class=outline-link href=#setting-the-direction-of-the-diagram title=设置图表的方向>设置图表的方向</a><li data-v-9601d51b><a data-v-9601d51b class=outline-link href=#comments title=注释>注释</a><li data-v-9601d51b><a data-v-9601d51b class=outline-link href=#styling-with-classdefs title="使用 classDefs 设置样式">使用 classDefs 设置样式</a><ul data-v-9601d51b class="VPDocOutlineItem nested"><li data-v-9601d51b><a data-v-9601d51b class=outline-link href=#apply-classdef-styles-to-states title="将 classDef 样式应用于状态">将 classDef 样式应用于状态</a><ul data-v-9601d51b class="VPDocOutlineItem nested"><li data-v-9601d51b><a data-v-9601d51b class=outline-link href=#class-statement title="1. class 声明">1. class 声明</a><li data-v-9601d51b><a data-v-9601d51b class=outline-link href=#-operator-to-apply-a-style-to-a-state title="2. ::: 运算符将样式应用于状态">2. ::: 运算符将样式应用于状态</a></ul></ul><li data-v-9601d51b><a data-v-9601d51b class=outline-link href=#spaces-in-state-names title=状态名称中的空格>状态名称中的空格</a></ul></div></nav><div data-v-4d65cdb9 class=spacer></div></div></div></div></div><div data-v-eab3e7f3 class=content><div data-v-eab3e7f3 class=content-container><main data-v-eab3e7f3 class=main><div data-v-eab3e7f3 class="vp-doc _syntax_stateDiagram" style=position:relative><div style=opacity:unset><h1 id=state-diagrams tabindex=-1>状态图 <a class=header-anchor href=#state-diagrams aria-label='Permalink to "状态图 {#state-diagrams}"'>​</a></h1><p class="p-off p-en sf-hidden">¥State diagrams<blockquote><p>“状态图是计算机科学及相关字段中用于描述系统行为的一种图表。状态图要求所描述的系统由有限数量的状态组成；有时，情况确实如此，而有时这是一个合理的抽象。”维基百科<p class="p-off p-en sf-hidden">¥"A state diagram is a type of diagram used in computer science and related fields to describe the behavior of systems. State diagrams require that the system described is composed of a finite number of states; sometimes, this is indeed the case, while at other times this is a reasonable abstraction." Wikipedia</p></blockquote><p>Mermaid 可以渲染状态图。该语法尝试与 plantUml 中使用的语法兼容，因为这将使用户更容易在 mermaid 和 plantUml 之间共享图表。<p class="p-off p-en sf-hidden">¥Mermaid can render state diagrams. The syntax tries to be compliant with the syntax used in plantUml as this will make it easier for users to share diagrams between mermaid and plantUml.<div><h5>代码:</h5><div class=language-mermaid><button class=copy></button><span class=lang>mermaid</span><pre><code contenteditable=plaintext-only class=editable-code>---
title: Simple sample
---
stateDiagram-v2
    [*] --&gt; Still
    Still --&gt; [*]

    Still --&gt; Moving
    Moving --&gt; Still
    Moving --&gt; Crash
    Crash --&gt; [*]
</code></pre><div class=buttons-container><span>Ctrl + 回车键</span><span>|</span><button>运行 ▶</button></div></div></div><div><svg id=mermaid-20 width=100% xmlns=http://www.w3.org/2000/svg class=statediagram style=max-width:132.1484375px viewBox="-29.777435302734375 -50 132.1484375 414" role="graphics-document document" aria-roledescription=stateDiagram><style>#mermaid-20{font-family:"trebuchet ms",verdana,arial,sans-serif;font-size:16px;fill:#ccc}@keyframes edge-animation-frame{from{stroke-dashoffset:0}}@keyframes dash{to{stroke-dashoffset:0}}#mermaid-20 .edge-pattern-solid{stroke-dasharray:0}#mermaid-20 p{margin:0}#mermaid-20 .transition{stroke:lightgrey;stroke-width:1}#mermaid-20 .edgeLabel{background-color:hsl(0,0%,34.4117647059%);text-align:center}#mermaid-20 .label div .edgeLabel{color:#ccc}#mermaid-20 .node circle.state-start{fill:#f4f4f4;stroke:#f4f4f4}#mermaid-20 .node rect{fill:#1f2020;stroke:#ccc;stroke-width:1px}#mermaid-20 .nodeLabel{color:#e0dfdf}#mermaid-20 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x=-27.70703125 y=-20 width=55.4140625 height=40></rect><g class=label transform="translate(-19.70703125, -12)"><rect></rect><foreignobject width=39.4140625 height=24><div xmlns=http://www.w3.org/1999/xhtml style=display:table-cell;white-space:nowrap;line-height:1.5;max-width:200px;text-align:center><span class=nodeLabel><p>Crash</p></span></div></foreignobject></g></g></g></g></g><text text-anchor=middle x=36.29678249359131 y=-25 class=statediagramTitleText>Simple sample</text></svg> <span style=display:none>atvve</span></div><p>较旧的渲染器：<p class="p-off p-en sf-hidden">¥Older renderer:<div><h5>代码:</h5><div class=language-mermaid><button class=copy></button><span class=lang>mermaid</span><pre><code contenteditable=plaintext-only class=editable-code>stateDiagram
    [*] --&gt; Still
    Still --&gt; [*]

    Still --&gt; Moving
    Moving --&gt; Still
    Moving --&gt; Crash
    Crash --&gt; [*]
</code></pre><div class=buttons-container><span>Ctrl + 回车键</span><span>|</span><button>运行 ▶</button></div></div></div><div><svg id=mermaid-27 width=100% xmlns=http://www.w3.org/2000/svg class=statediagram style=max-width:116.10956573486328px viewBox="-21.758000373840332 0 116.10956573486328 364" role="graphics-document document" aria-roledescription=stateDiagram><style>#mermaid-27{font-family:"trebuchet ms",verdana,arial,sans-serif;font-size:16px;fill:#ccc}@keyframes edge-animation-frame{from{stroke-dashoffset:0}}@keyframes dash{to{stroke-dashoffset:0}}#mermaid-27 .edge-pattern-solid{stroke-dasharray:0}#mermaid-27 p{margin:0}#mermaid-27 .transition{stroke:lightgrey;stroke-width:1}#mermaid-27 .edgeLabel{background-color:hsl(0,0%,34.4117647059%);text-align:center}#mermaid-27 .label div .edgeLabel{color:#ccc}#mermaid-27 .node circle.state-start{fill:#f4f4f4;stroke:#f4f4f4}#mermaid-27 .node rect{fill:#1f2020;stroke:#ccc;stroke-width:1px}#mermaid-27 .nodeLabel{color:#e0dfdf}#mermaid-27 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fill=none></path></g></g></g><g class="node statediagram-state" id=state-Moving-4 transform="translate(53.796875, 182)"><rect class="basic label-container" rx=5 ry=5 x=-32.5546875 y=-20 width=65.109375 height=40></rect><g class=label transform="translate(-24.5546875, -12)"><rect></rect><foreignobject width=49.109375 height=24><div xmlns=http://www.w3.org/1999/xhtml style=display:table-cell;white-space:nowrap;line-height:1.5;max-width:200px;text-align:center><span class=nodeLabel><p>Moving</p></span></div></foreignobject></g></g><g class="node statediagram-state" id=state-Crash-5 transform="translate(53.796875, 272)"><rect class="basic label-container" rx=5 ry=5 x=-27.70703125 y=-20 width=55.4140625 height=40></rect><g class=label transform="translate(-19.70703125, -12)"><rect></rect><foreignobject width=39.4140625 height=24><div xmlns=http://www.w3.org/1999/xhtml style=display:table-cell;white-space:nowrap;line-height:1.5;max-width:200px;text-align:center><span class=nodeLabel><p>Crash</p></span></div></foreignobject></g></g></g></g></g></svg> <span style=display:none>xh8rxa</span></div><p>在状态图中，系统是根据状态以及一个状态如何通过转换更改为另一种状态来描述的。上面的示例图显示了三种状态：尽管如此，移动和崩溃。你从静止状态开始。你可以从静止状态更改为移动状态。你可以从“移动”状态更改回“静止”状态或“崩溃”状态。没有从静止到崩溃的过渡。（如果你还在的话，你就不会崩溃。）<p class="p-off p-en sf-hidden">¥In state diagrams systems are described in terms of and how one can change to another via a The example diagram above shows three states: , and . You start in the state. From you can change to the state. From you can change either back to the state or to the state. There is no transition from to . (You can't crash if you're still.)<h2 id=states tabindex=-1>状态 <a class=header-anchor href=#states aria-label='Permalink to "状态 {#states}"'>​</a></h2><p class="p-off p-en sf-hidden">¥States<p>可以通过多种方式声明状态。最简单的方法是只用 id 定义一个状态：<p class="p-off p-en sf-hidden">¥A state can be declared in multiple ways. The simplest way is to define a state with just an id:<div><h5>代码:</h5><div class=language-mermaid><button class=copy></button><span class=lang>mermaid</span><pre><code contenteditable=plaintext-only class=editable-code>stateDiagram-v2
    stateId
</code></pre><div class=buttons-container><span>Ctrl + 回车键</span><span>|</span><button>运行 ▶</button></div></div></div><div><svg id=mermaid-46 width=100% xmlns=http://www.w3.org/2000/svg class=statediagram style=max-width:81.6640625px viewBox="0 0 81.6640625 56" role="graphics-document document" aria-roledescription=stateDiagram><style>#mermaid-46{font-family:"trebuchet ms",verdana,arial,sans-serif;font-size:16px;fill:#ccc}@keyframes edge-animation-frame{from{stroke-dashoffset:0}}@keyframes dash{to{stroke-dashoffset:0}}#mermaid-46 p{margin:0}#mermaid-46 .node rect{fill:#1f2020;stroke:#ccc;stroke-width:1px}#mermaid-46 .nodeLabel{color:#e0dfdf}#mermaid-46 .statediagram-state rect.basic{rx:5px;ry:5px}#mermaid-46 :root{--mermaid-font-family:"trebuchet ms",verdana,arial,sans-serif}</style><g><defs><marker id=mermaid-46_stateDiagram-barbEnd refX=19 refY=7 markerWidth=20 markerHeight=14 markerUnits=userSpaceOnUse orient=auto><path d="M 19,7 L9,13 L14,7 L9,1 Z"></path></marker></defs><g class=root><g class=clusters></g><g class=edgePaths></g><g class=edgeLabels></g><g class=nodes><g class="node statediagram-state" id=state-stateId-0 transform="translate(40.83203125, 28)"><rect class="basic label-container" rx=5 ry=5 x=-32.83203125 y=-20 width=65.6640625 height=40></rect><g class=label transform="translate(-24.83203125, -12)"><rect></rect><foreignobject width=49.6640625 height=24><div xmlns=http://www.w3.org/1999/xhtml style=display:table-cell;white-space:nowrap;line-height:1.5;max-width:200px;text-align:center><span class=nodeLabel><p>stateId</p></span></div></foreignobject></g></g></g></g></g></svg> <span style=display:none>sic9j2i</span></div><p>另一种方法是使用 state 关键字和如下描述：<p class="p-off p-en sf-hidden">¥Another way is by using the state keyword with a description as per below:<div><h5>代码:</h5><div class=language-mermaid><button class=copy></button><span class=lang>mermaid</span><pre><code contenteditable=plaintext-only class=editable-code>stateDiagram-v2
    state "This is a state description" as s2
</code></pre><div class=buttons-container><span>Ctrl + 回车键</span><span>|</span><button>运行 ▶</button></div></div></div><div><svg id=mermaid-53 width=100% xmlns=http://www.w3.org/2000/svg class=statediagram style=max-width:216.0625px viewBox="0 0 216.0625 56" role="graphics-document document" aria-roledescription=stateDiagram><style>#mermaid-53{font-family:"trebuchet ms",verdana,arial,sans-serif;font-size:16px;fill:#ccc}@keyframes edge-animation-frame{from{stroke-dashoffset:0}}@keyframes dash{to{stroke-dashoffset:0}}#mermaid-53 p{margin:0}#mermaid-53 .node rect{fill:#1f2020;stroke:#ccc;stroke-width:1px}#mermaid-53 .nodeLabel{color:#e0dfdf}#mermaid-53 .statediagram-state rect.basic{rx:5px;ry:5px}#mermaid-53 :root{--mermaid-font-family:"trebuchet ms",verdana,arial,sans-serif}</style><g><defs><marker id=mermaid-53_stateDiagram-barbEnd refX=19 refY=7 markerWidth=20 markerHeight=14 markerUnits=userSpaceOnUse orient=auto><path d="M 19,7 L9,13 L14,7 L9,1 Z"></path></marker></defs><g class=root><g class=clusters></g><g class=edgePaths></g><g class=edgeLabels></g><g class=nodes><g class="node statediagram-state" id=state-s2-0 transform="translate(108.03125, 28)"><rect class="basic label-container" rx=5 ry=5 x=-100.03125 y=-20 width=200.0625 height=40></rect><g class=label transform="translate(-92.03125, -12)"><rect></rect><foreignobject width=184.0625 height=24><div xmlns=http://www.w3.org/1999/xhtml style=display:table-cell;white-space:nowrap;line-height:1.5;max-width:200px;text-align:center><span class=nodeLabel><p>This is a state description</p></span></div></foreignobject></g></g></g></g></g></svg> <span style=display:none>feo0gs</span></div><p>使用描述定义状态的另一种方法是定义状态 id，后跟冒号和描述：<p class="p-off p-en sf-hidden">¥Another way to define a state with a description is to define the state id followed by a colon and the description:<div><h5>代码:</h5><div class=language-mermaid><button class=copy></button><span class=lang>mermaid</span><pre><code contenteditable=plaintext-only class=editable-code>stateDiagram-v2
    s2 : This is a state description
</code></pre><div class=buttons-container><span>Ctrl + 回车键</span><span>|</span><button>运行 ▶</button></div></div></div><div><svg id=mermaid-60 width=100% xmlns=http://www.w3.org/2000/svg class=statediagram style=max-width:216.0625px viewBox="0 0 216.0625 56" role="graphics-document document" aria-roledescription=stateDiagram><style>#mermaid-60{font-family:"trebuchet ms",verdana,arial,sans-serif;font-size:16px;fill:#ccc}@keyframes edge-animation-frame{from{stroke-dashoffset:0}}@keyframes dash{to{stroke-dashoffset:0}}#mermaid-60 p{margin:0}#mermaid-60 .node rect{fill:#1f2020;stroke:#ccc;stroke-width:1px}#mermaid-60 .nodeLabel{color:#e0dfdf}#mermaid-60 .statediagram-state rect.basic{rx:5px;ry:5px}#mermaid-60 :root{--mermaid-font-family:"trebuchet ms",verdana,arial,sans-serif}</style><g><defs><marker id=mermaid-60_stateDiagram-barbEnd refX=19 refY=7 markerWidth=20 markerHeight=14 markerUnits=userSpaceOnUse orient=auto><path d="M 19,7 L9,13 L14,7 L9,1 Z"></path></marker></defs><g class=root><g class=clusters></g><g class=edgePaths></g><g class=edgeLabels></g><g class=nodes><g class="node statediagram-state" id=state-s2-0 transform="translate(108.03125, 28)"><rect class="basic label-container" rx=5 ry=5 x=-100.03125 y=-20 width=200.0625 height=40></rect><g class=label transform="translate(-92.03125, -12)"><rect></rect><foreignobject width=184.0625 height=24><div xmlns=http://www.w3.org/1999/xhtml style=display:table-cell;white-space:nowrap;line-height:1.5;max-width:200px;text-align:center><span class=nodeLabel><p>This is a state description</p></span></div></foreignobject></g></g></g></g></g></svg> <span style=display:none>8s8flnd</span></div><h2 id=transitions tabindex=-1>过渡 <a class=header-anchor href=#transitions aria-label='Permalink to "过渡 {#transitions}"'>​</a></h2><p class="p-off p-en sf-hidden">¥Transitions<p>转换是一种状态进入另一种状态时的路径/边缘。这使用文本箭头 "--&gt;" 表示。<p class="p-off p-en sf-hidden">¥Transitions are path/edges when one state passes into another. This is represented using text arrow, "--&gt;".<p>当你定义两个状态之间的转换并且状态尚未定义时，未定义的状态将使用转换中的 id 进行定义。你稍后可以向以此方式定义的状态添加描述。<p class="p-off p-en sf-hidden">¥When you define a transition between two states and the states are not already defined, the undefined states are defined with the id from the transition. You can later add descriptions to states defined this way.<div><h5>代码:</h5><div class=language-mermaid><button class=copy></button><span class=lang>mermaid</span><pre><code contenteditable=plaintext-only class=editable-code>stateDiagram-v2
    s1 --&gt; s2
</code></pre><div class=buttons-container><span>Ctrl + 回车键</span><span>|</span><button>运行 ▶</button></div></div></div><div><svg id=mermaid-79 width=100% xmlns=http://www.w3.org/2000/svg class=statediagram style=max-width:46.8671875px viewBox="0 0 46.8671875 146" role="graphics-document document" aria-roledescription=stateDiagram><style>#mermaid-79{font-family:"trebuchet ms",verdana,arial,sans-serif;font-size:16px;fill:#ccc}@keyframes edge-animation-frame{from{stroke-dashoffset:0}}@keyframes dash{to{stroke-dashoffset:0}}#mermaid-79 .edge-pattern-solid{stroke-dasharray:0}#mermaid-79 p{margin:0}#mermaid-79 .transition{stroke:lightgrey;stroke-width:1}#mermaid-79 .edgeLabel{background-color:hsl(0,0%,34.4117647059%);text-align:center}#mermaid-79 .label div .edgeLabel{color:#ccc}#mermaid-79 .node rect{fill:#1f2020;stroke:#ccc;stroke-width:1px}#mermaid-79 .nodeLabel{color:#e0dfdf}#mermaid-79 .statediagram-state rect.basic{rx:5px;ry:5px}#mermaid-79 :root{--mermaid-font-family:"trebuchet ms",verdana,arial,sans-serif}</style><g><defs><marker id=mermaid-79_stateDiagram-barbEnd refX=19 refY=7 markerWidth=20 markerHeight=14 markerUnits=userSpaceOnUse orient=auto><path d="M 19,7 L9,13 L14,7 L9,1 Z"></path></marker></defs><g class=root><g class=clusters></g><g class=edgePaths><path d=M23.434,48L23.434,52.167C23.434,56.333,23.434,64.667,23.434,73C23.434,81.333,23.434,89.667,23.434,93.833L23.434,98 id=edge0 class="edge-thickness-normal edge-pattern-solid transition" style=fill:none marker-end=url(#mermaid-79_stateDiagram-barbEnd)></path></g><g class=edgeLabels><g class=edgeLabel><g class=label transform="translate(0, 0)"><foreignobject width=0 height=0><div xmlns=http://www.w3.org/1999/xhtml class=labelBkg style=display:table-cell;white-space:nowrap;line-height:1.5;max-width:200px;text-align:center><span class=edgeLabel></span></div></foreignobject></g></g></g><g class=nodes><g class="node statediagram-state" id=state-s1-0 transform="translate(23.43359375, 28)"><rect class="basic label-container" rx=5 ry=5 x=-15.43359375 y=-20 width=30.8671875 height=40></rect><g class=label transform="translate(-7.43359375, -12)"><rect></rect><foreignobject width=14.8671875 height=24><div xmlns=http://www.w3.org/1999/xhtml style=display:table-cell;white-space:nowrap;line-height:1.5;max-width:200px;text-align:center><span class=nodeLabel><p>s1</p></span></div></foreignobject></g></g><g class="node statediagram-state" id=state-s2-0 transform="translate(23.43359375, 118)"><rect class="basic label-container" rx=5 ry=5 x=-15.43359375 y=-20 width=30.8671875 height=40></rect><g class=label transform="translate(-7.43359375, -12)"><rect></rect><foreignobject width=14.8671875 height=24><div xmlns=http://www.w3.org/1999/xhtml style=display:table-cell;white-space:nowrap;line-height:1.5;max-width:200px;text-align:center><span class=nodeLabel><p>s2</p></span></div></foreignobject></g></g></g></g></g></svg> <span style=display:none>6bs7kb</span></div><p>可以向过渡添加文本来描述它所代表的内容：<p class="p-off p-en sf-hidden">¥It is possible to add text to a transition to describe what it represents:<div><h5>代码:</h5><div class=language-mermaid><button class=copy></button><span class=lang>mermaid</span><pre><code contenteditable=plaintext-only class=editable-code>stateDiagram-v2
    s1 --&gt; s2: A transition
</code></pre><div class=buttons-container><span>Ctrl + 回车键</span><span>|</span><button>运行 ▶</button></div></div></div><div><svg id=mermaid-86 width=100% xmlns=http://www.w3.org/2000/svg class=statediagram style=max-width:98.359375px viewBox="0 0 98.359375 170" role="graphics-document document" aria-roledescription=stateDiagram><style>#mermaid-86{font-family:"trebuchet ms",verdana,arial,sans-serif;font-size:16px;fill:#ccc}@keyframes edge-animation-frame{from{stroke-dashoffset:0}}@keyframes dash{to{stroke-dashoffset:0}}#mermaid-86 .edge-pattern-solid{stroke-dasharray:0}#mermaid-86 p{margin:0}#mermaid-86 .transition{stroke:lightgrey;stroke-width:1}#mermaid-86 .edgeLabel{background-color:hsl(0,0%,34.4117647059%);text-align:center}#mermaid-86 .edgeLabel p{background-color:hsl(0,0%,34.4117647059%)}#mermaid-86 .label div .edgeLabel{color:#ccc}#mermaid-86 .node rect{fill:#1f2020;stroke:#ccc;stroke-width:1px}#mermaid-86 .nodeLabel{color:#e0dfdf}#mermaid-86 .statediagram-state rect.basic{rx:5px;ry:5px}#mermaid-86 :root{--mermaid-font-family:"trebuchet ms",verdana,arial,sans-serif}</style><g><defs><marker id=mermaid-86_stateDiagram-barbEnd refX=19 refY=7 markerWidth=20 markerHeight=14 markerUnits=userSpaceOnUse orient=auto><path d="M 19,7 L9,13 L14,7 L9,1 Z"></path></marker></defs><g class=root><g class=clusters></g><g class=edgePaths><path d=M49.18,48L49.18,54.167C49.18,60.333,49.18,72.667,49.18,85C49.18,97.333,49.18,109.667,49.18,115.833L49.18,122 id=edge0 class="edge-thickness-normal edge-pattern-solid transition" style=fill:none marker-end=url(#mermaid-86_stateDiagram-barbEnd)></path></g><g class=edgeLabels><g class=edgeLabel transform="translate(49.1796875, 85)"><g class=label transform="translate(-41.1796875, -12)"><foreignobject width=82.359375 height=24><div xmlns=http://www.w3.org/1999/xhtml class=labelBkg style=display:table-cell;white-space:nowrap;line-height:1.5;max-width:200px;text-align:center><span class=edgeLabel><p>A transition</p></span></div></foreignobject></g></g></g><g class=nodes><g class="node statediagram-state" id=state-s1-0 transform="translate(49.1796875, 28)"><rect class="basic label-container" rx=5 ry=5 x=-15.43359375 y=-20 width=30.8671875 height=40></rect><g class=label transform="translate(-7.43359375, -12)"><rect></rect><foreignobject width=14.8671875 height=24><div xmlns=http://www.w3.org/1999/xhtml style=display:table-cell;white-space:nowrap;line-height:1.5;max-width:200px;text-align:center><span class=nodeLabel><p>s1</p></span></div></foreignobject></g></g><g class="node statediagram-state" id=state-s2-0 transform="translate(49.1796875, 142)"><rect class="basic label-container" rx=5 ry=5 x=-15.43359375 y=-20 width=30.8671875 height=40></rect><g class=label transform="translate(-7.43359375, -12)"><rect></rect><foreignobject width=14.8671875 height=24><div xmlns=http://www.w3.org/1999/xhtml style=display:table-cell;white-space:nowrap;line-height:1.5;max-width:200px;text-align:center><span class=nodeLabel><p>s2</p></span></div></foreignobject></g></g></g></g></g></svg> <span style=display:none>dw133g</span></div><h2 id=start-and-end tabindex=-1>开始和结束 <a class=header-anchor href=#start-and-end aria-label='Permalink to "开始和结束 {#start-and-end}"'>​</a></h2><p class="p-off p-en sf-hidden">¥Start and End<p>有两种特殊状态指示图的开始和停止。它们是用 [*] 语法编写的，并且转换到它的方向将其定义为开始或停止状态。<p class="p-off p-en sf-hidden">¥There are two special states indicating the start and stop of the diagram. These are written with the [*] syntax and the direction of the transition to it defines it either as a start or a stop state.<div><h5>代码:</h5><div class=language-mermaid><button class=copy></button><span class=lang>mermaid</span><pre><code contenteditable=plaintext-only class=editable-code>stateDiagram-v2
    [*] --&gt; s1
    s1 --&gt; [*]
</code></pre><div class=buttons-container><span>Ctrl + 回车键</span><span>|</span><button>运行 ▶</button></div></div></div><div><svg id=mermaid-99 width=100% xmlns=http://www.w3.org/2000/svg class=statediagram style=max-width:46.8671875px viewBox="0 0 46.8671875 184" role="graphics-document document" aria-roledescription=stateDiagram><style>#mermaid-99{font-family:"trebuchet ms",verdana,arial,sans-serif;font-size:16px;fill:#ccc}@keyframes edge-animation-frame{from{stroke-dashoffset:0}}@keyframes dash{to{stroke-dashoffset:0}}#mermaid-99 .edge-pattern-solid{stroke-dasharray:0}#mermaid-99 p{margin:0}#mermaid-99 .transition{stroke:lightgrey;stroke-width:1}#mermaid-99 .edgeLabel{background-color:hsl(0,0%,34.4117647059%);text-align:center}#mermaid-99 .label div .edgeLabel{color:#ccc}#mermaid-99 .node circle.state-start{fill:#f4f4f4;stroke:#f4f4f4}#mermaid-99 .node rect{fill:#1f2020;stroke:#ccc;stroke-width:1px}#mermaid-99 .nodeLabel{color:#e0dfdf}#mermaid-99 .statediagram-state 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These are called composite states in this terminology.<p>为了定义复合状态，你需要使用 state 关键字，后跟 id 和 {} 之间的复合状态主体。你可以像简单状态一样在单独的行上命名复合状态。请参阅下面的示例：<p class="p-off p-en sf-hidden">¥In order to define a composite state you need to use the state keyword followed by an id and the body of the composite state between {}. You can name a composite state on a separate line just like a simple state. See the example below:<div><h5>代码:</h5><div class=language-mermaid><button class=copy></button><span class=lang>mermaid</span><pre><code contenteditable=plaintext-only class=editable-code>stateDiagram-v2
    [*] --&gt; First
    state First {
        [*] --&gt; second
        second --&gt; [*]
    }

    [*] --&gt; NamedComposite
    NamedComposite: Another Composite
    state NamedComposite {
        [*] --&gt; namedSimple
        namedSimple --&gt; [*]
        namedSimple: Another simple
    }
</code></pre><div class=buttons-container><span>Ctrl + 回车键</span><span>|</span><button>运行 ▶</button></div></div></div><div><svg id=mermaid-118 width=100% xmlns=http://www.w3.org/2000/svg class=statediagram style=max-width:395.6640625px viewBox="0 0 395.6640625 373" role="graphics-document document" aria-roledescription=stateDiagram><style>#mermaid-118{font-family:"trebuchet ms",verdana,arial,sans-serif;font-size:16px;fill:#ccc}@keyframes edge-animation-frame{from{stroke-dashoffset:0}}@keyframes dash{to{stroke-dashoffset:0}}#mermaid-118 .edge-pattern-solid{stroke-dasharray:0}#mermaid-118 p{margin:0}#mermaid-118 .transition{stroke:lightgrey;stroke-width:1}#mermaid-118 .edgeLabel{background-color:hsl(0,0%,34.4117647059%);text-align:center}#mermaid-118 .label div .edgeLabel{color:#ccc}#mermaid-118 .node circle.state-start{fill:#f4f4f4;stroke:#f4f4f4}#mermaid-118 .node rect{fill:#1f2020;stroke:#ccc;stroke-width:1px}#mermaid-118 .statediagram-cluster 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width=194.296875 height=293 data-look=classic></rect></g><g class=cluster-label transform="translate(36.31640625, 9)"><foreignobject width=137.6640625 height=24><div xmlns=http://www.w3.org/1999/xhtml style=display:inline-block;padding-right:1px;white-space:nowrap><span class=nodeLabel>Another Composite</span></div></foreignobject></g><rect class=inner x=8 y=34 width=194.296875 height=263></rect></g></g><g class=edgePaths><path d=M105.148,59.5L105.148,65.75C105.148,72,105.148,84.5,105.148,97C105.148,109.5,105.148,122,105.148,128.25L105.148,134.5 id=edge4 class="edge-thickness-normal edge-pattern-solid transition" style=fill:none marker-end=url(#mermaid-118_stateDiagram-barbEnd)></path><path d=M105.148,174.5L105.148,180.75C105.148,187,105.148,199.5,105.148,212C105.148,224.5,105.148,237,105.148,243.25L105.148,249.5 id=edge5 class="edge-thickness-normal edge-pattern-solid transition" style=fill:none marker-end=url(#mermaid-118_stateDiagram-barbEnd)></path></g><g class=edgeLabels><g 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-1.496117172916782, 2.09271010209987 -1.3753197776503712, 2.1650635094610915 -1.2500000000000089 C2.237416916822313 -1.1246802223496466, 2.299738906453196 -0.9910302842862939, 2.3492315519647673 -0.855050358314182 C2.3987241974763385 -0.71907043234207, 2.4368913078579792 -0.5766288372196986, 2.462019382530518 -0.4341204441673369 C2.487147457203057 -0.29161205111497523, 2.4936698970884197 -0.07235340736123454, 2.5 -1.1714553645825241e-14 C2.5063301029115803 0.07235340736121111, 2.50633010291158 -0.07235340736122292, 2.5 0" stroke=#ccc stroke-width=2 fill=none></path></g></g></g></g></g></g></g></g></svg> <span style=display:none>cf0da</span></div><p>你可以在多个层中执行此操作：<p class="p-off p-en sf-hidden">¥You can do this in several layers:<div><h5>代码:</h5><div class=language-mermaid><button class=copy></button><span class=lang>mermaid</span><pre><code contenteditable=plaintext-only class=editable-code>stateDiagram-v2
    [*] --&gt; First

    state First {
        [*] --&gt; Second

        state Second {
            [*] --&gt; second
            second --&gt; Third

            state Third {
                [*] --&gt; third
                third --&gt; [*]
            }
        }
    }
</code></pre><div class=buttons-container><span>Ctrl + 回车键</span><span>|</span><button>运行 ▶</button></div></div></div><div><svg id=mermaid-125 width=100% xmlns=http://www.w3.org/2000/svg class=statediagram style=max-width:276.78125px viewBox="0 0 276.78125 1041" role="graphics-document document" aria-roledescription=stateDiagram><style>#mermaid-125{font-family:"trebuchet ms",verdana,arial,sans-serif;font-size:16px;fill:#ccc}@keyframes edge-animation-frame{from{stroke-dashoffset:0}}@keyframes dash{to{stroke-dashoffset:0}}#mermaid-125 .edge-pattern-solid{stroke-dasharray:0}#mermaid-125 p{margin:0}#mermaid-125 .transition{stroke:lightgrey;stroke-width:1}#mermaid-125 .edgeLabel{background-color:hsl(0,0%,34.4117647059%);text-align:center}#mermaid-125 .label div .edgeLabel{color:#ccc}#mermaid-125 .node circle.state-start{fill:#f4f4f4;stroke:#f4f4f4}#mermaid-125 .node rect{fill:#1f2020;stroke:#ccc;stroke-width:1px}#mermaid-125 .statediagram-cluster 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-0.07235340736122292, 2.5 0" stroke=#ccc stroke-width=2 fill=none></path></g></g></g></g></g></g></g></g></g></g></g></g></svg> <span style=display:none>iyklec</span></div><p>你还可以定义复合状态之间的转换：<p class="p-off p-en sf-hidden">¥You can also define transitions also between composite states:<div><h5>代码:</h5><div class=language-mermaid><button class=copy></button><span class=lang>mermaid</span><pre><code contenteditable=plaintext-only class=editable-code>stateDiagram-v2
    [*] --&gt; First
    First --&gt; Second
    First --&gt; Third

    state First {
        [*] --&gt; fir
        fir --&gt; [*]
    }
    state Second {
        [*] --&gt; sec
        sec --&gt; [*]
    }
    state Third {
        [*] --&gt; thi
        thi --&gt; [*]
    }
</code></pre><div class=buttons-container><span>Ctrl + 回车键</span><span>|</span><button>运行 ▶</button></div></div></div><div><svg id=mermaid-132 width=100% xmlns=http://www.w3.org/2000/svg class=statediagram style=max-width:280.7734375px viewBox="0 0 280.7734375 716" role="graphics-document document" aria-roledescription=stateDiagram><style>#mermaid-132{font-family:"trebuchet ms",verdana,arial,sans-serif;font-size:16px;fill:#ccc}@keyframes edge-animation-frame{from{stroke-dashoffset:0}}@keyframes dash{to{stroke-dashoffset:0}}#mermaid-132 .edge-pattern-solid{stroke-dasharray:0}#mermaid-132 p{margin:0}#mermaid-132 .transition{stroke:lightgrey;stroke-width:1}#mermaid-132 .edgeLabel{background-color:hsl(0,0%,34.4117647059%);text-align:center}#mermaid-132 .label div .edgeLabel{color:#ccc}#mermaid-132 .node circle.state-start{fill:#f4f4f4;stroke:#f4f4f4}#mermaid-132 .node rect{fill:#1f2020;stroke:#ccc;stroke-width:1px}#mermaid-132 .statediagram-cluster 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-2.008126855338242, 1.6069690242163412 -1.915111107797451 C1.7178208755159157 -1.82209536025666, 1.8220953602566472 -1.7178208755159294, 1.915111107797439 -1.6069690242163557 C2.0081268553382308 -1.496117172916782, 2.09271010209987 -1.3753197776503712, 2.1650635094610915 -1.2500000000000089 C2.237416916822313 -1.1246802223496466, 2.299738906453196 -0.9910302842862939, 2.3492315519647673 -0.855050358314182 C2.3987241974763385 -0.71907043234207, 2.4368913078579792 -0.5766288372196986, 2.462019382530518 -0.4341204441673369 C2.487147457203057 -0.29161205111497523, 2.4936698970884197 -0.07235340736123454, 2.5 -1.1714553645825241e-14 C2.5063301029115803 0.07235340736121111, 2.50633010291158 -0.07235340736122292, 2.5 0" stroke=#ccc stroke-width=2 fill=none></path></g></g></g></g></g></g></g></g></svg> <span style=display:none>bsqwqm</span></div><p>你无法定义属于不同复合状态的内部状态之间的转换<p class="p-off p-en sf-hidden">¥<h2 id=choice tabindex=-1>选择 <a class=header-anchor href=#choice aria-label='Permalink to "选择 {#choice}"'>​</a></h2><p class="p-off p-en sf-hidden">¥Choice<p>有时你需要对两个或多个路径之间的选择进行建模，可以使用 &lt;&lt;choice&gt;&gt; 来实现。<p class="p-off p-en sf-hidden">¥Sometimes you need to model a choice between two or more paths, you can do so using &lt;&lt;choice&gt;&gt;.<div><h5>代码:</h5><div class=language-mermaid><button class=copy></button><span class=lang>mermaid</span><pre><code contenteditable=plaintext-only class=editable-code>stateDiagram-v2
    state if_state &lt;&lt;choice&gt;&gt;
    [*] --&gt; IsPositive
    IsPositive --&gt; if_state
    if_state --&gt; False: if n &lt; 0
    if_state --&gt; True : if n &gt;= 0
</code></pre><div class=buttons-container><span>Ctrl + 回车键</span><span>|</span><button>运行 ▶</button></div></div></div><div><svg id=mermaid-151 width=100% xmlns=http://www.w3.org/2000/svg class=statediagram style=max-width:171.76171875px viewBox="0 0 171.76171875 312" role="graphics-document document" aria-roledescription=stateDiagram><style>#mermaid-151{font-family:"trebuchet ms",verdana,arial,sans-serif;font-size:16px;fill:#ccc}@keyframes edge-animation-frame{from{stroke-dashoffset:0}}@keyframes dash{to{stroke-dashoffset:0}}#mermaid-151 .edge-pattern-solid{stroke-dasharray:0}#mermaid-151 p{margin:0}#mermaid-151 .transition{stroke:lightgrey;stroke-width:1}#mermaid-151 .edgeLabel{background-color:hsl(0,0%,34.4117647059%);text-align:center}#mermaid-151 .edgeLabel p{background-color:hsl(0,0%,34.4117647059%)}#mermaid-151 .label div .edgeLabel{color:#ccc}#mermaid-151 .node circle.state-start{fill:#f4f4f4;stroke:#f4f4f4}#mermaid-151 .node rect{fill:#1f2020;stroke:#ccc;stroke-width:1px}#mermaid-151 .nodeLabel{color:#e0dfdf}#mermaid-151 .statediagram-state rect.basic{rx:5px;ry:5px}#mermaid-151 :root{--mermaid-font-family:"trebuchet ms",verdana,arial,sans-serif}</style><g><defs><marker id=mermaid-151_stateDiagram-barbEnd refX=19 refY=7 markerWidth=20 markerHeight=14 markerUnits=userSpaceOnUse orient=auto><path d="M 19,7 L9,13 L14,7 L9,1 Z"></path></marker></defs><g class=root><g class=clusters></g><g class=edgePaths><path d=M84.35,22L84.35,26.167C84.35,30.333,84.35,38.667,84.35,47C84.35,55.333,84.35,63.667,84.35,67.833L84.35,72 id=edge0 class="edge-thickness-normal edge-pattern-solid transition" style=fill:none marker-end=url(#mermaid-151_stateDiagram-barbEnd)></path><path d=M84.35,112L84.35,116.167C84.35,120.333,84.35,128.667,84.433,137.083C84.516,145.5,84.683,154,84.766,158.25L84.85,162.5 id=edge1 class="edge-thickness-normal edge-pattern-solid transition" style=fill:none marker-end=url(#mermaid-151_stateDiagram-barbEnd)></path><path d=M77.92,183.57L70.66,190.809C63.401,198.047,48.882,212.523,41.623,225.928C34.363,239.333,34.363,251.667,34.363,257.833L34.363,264 id=edge2 class="edge-thickness-normal edge-pattern-solid transition" style=fill:none marker-end=url(#mermaid-151_stateDiagram-barbEnd)></path><path d=M91.779,183.57L98.872,190.809C105.965,198.047,120.15,212.523,127.243,225.928C134.336,239.333,134.336,251.667,134.336,257.833L134.336,264 id=edge3 class="edge-thickness-normal edge-pattern-solid transition" style=fill:none marker-end=url(#mermaid-151_stateDiagram-barbEnd)></path></g><g class=edgeLabels><g class=edgeLabel><g class=label transform="translate(0, 0)"><foreignobject width=0 height=0><div xmlns=http://www.w3.org/1999/xhtml class=labelBkg style=display:table-cell;white-space:nowrap;line-height:1.5;max-width:200px;text-align:center><span class=edgeLabel></span></div></foreignobject></g></g><g class=edgeLabel><g class=label transform="translate(0, 0)"><foreignobject width=0 height=0><div xmlns=http://www.w3.org/1999/xhtml class=labelBkg style=display:table-cell;white-space:nowrap;line-height:1.5;max-width:200px;text-align:center><span class=edgeLabel></span></div></foreignobject></g></g><g class=edgeLabel transform="translate(34.36328125, 227)"><g class=label transform="translate(-25.23046875, -12)"><foreignobject width=50.4609375 height=24><div xmlns=http://www.w3.org/1999/xhtml class=labelBkg style=display:table-cell;white-space:nowrap;line-height:1.5;max-width:200px;text-align:center><span class=edgeLabel><p>if n &lt; 0</p></span></div></foreignobject></g></g><g class=edgeLabel transform="translate(134.3359375, 227)"><g class=label transform="translate(-29.42578125, -12)"><foreignobject width=58.8515625 height=24><div xmlns=http://www.w3.org/1999/xhtml class=labelBkg style=display:table-cell;white-space:nowrap;line-height:1.5;max-width:200px;text-align:center><span class=edgeLabel><p>if n &gt;= 0</p></span></div></foreignobject></g></g></g><g class=nodes><g class="node statediagram-state" id=state-if_state-3 transform="translate(84.349609375, 176)"><g><path d="M0 14 C3.44284049006691 10.55715950993309, 6.88568098013382 7.11431901986618, 14 0 C9.341454490849554 -4.658545509150447, 4.682908981699105 -9.317091018300895, 0 -14 C-5.524417394503958 -8.475582605496042, -11.048834789007916 -2.951165210992084, -14 0 C-9.383860768532728 4.6161392314672725, -4.767721537065455 9.232278462934545, 0 14" stroke=none stroke-width=0 fill=#1f2020></path><path d="M0 14 C4.894375932631835 9.105624067368165, 9.78875186526367 4.21124813473633, 14 0 M0 14 C4.59720363181358 9.40279636818642, 9.19440726362716 4.805592736372841, 14 0 M14 0 C8.460219110326046 -5.539780889673954, 2.920438220652091 -11.079561779347909, 0 -14 M14 0 C9.511093849149937 -4.488906150850064, 5.022187698299872 -8.977812301700128, 0 -14 M0 -14 C-4.751689464240841 -9.24831053575916, -9.503378928481682 -4.496621071518318, -14 0 M0 -14 C-5.199205732297386 -8.800794267702614, -10.398411464594773 -3.6015885354052273, -14 0 M-14 0 C-9.848564224023 4.151435775976999, -5.697128448046001 8.302871551953999, 0 14 M-14 0 C-9.672547355517848 4.327452644482152, -5.345094711035696 8.654905288964304, 0 14" stroke=#ccc stroke-width=1.3 fill=none></path></g></g><g class="node default" id=state-root_start-0 transform="translate(84.349609375, 15)"><circle class=state-start r=7 width=14 height=14></circle></g><g class="node statediagram-state" id=state-IsPositive-1 transform="translate(84.349609375, 92)"><rect class="basic label-container" rx=5 ry=5 x=-41.09765625 y=-20 width=82.1953125 height=40></rect><g class=label transform="translate(-33.09765625, -12)"><rect></rect><foreignobject width=66.1953125 height=24><div xmlns=http://www.w3.org/1999/xhtml style=display:table-cell;white-space:nowrap;line-height:1.5;max-width:200px;text-align:center><span class=nodeLabel><p>IsPositive</p></span></div></foreignobject></g></g><g class="node statediagram-state" id=state-False-2 transform="translate(34.36328125, 284)"><rect class="basic label-container" rx=5 ry=5 x=-26.36328125 y=-20 width=52.7265625 height=40></rect><g class=label transform="translate(-18.36328125, -12)"><rect></rect><foreignobject width=36.7265625 height=24><div xmlns=http://www.w3.org/1999/xhtml style=display:table-cell;white-space:nowrap;line-height:1.5;max-width:200px;text-align:center><span class=nodeLabel><p>False</p></span></div></foreignobject></g></g><g class="node statediagram-state" id=state-True-3 transform="translate(134.3359375, 284)"><rect class="basic label-container" rx=5 ry=5 x=-23.609375 y=-20 width=47.21875 height=40></rect><g class=label transform="translate(-15.609375, -12)"><rect></rect><foreignobject width=31.21875 height=24><div xmlns=http://www.w3.org/1999/xhtml style=display:table-cell;white-space:nowrap;line-height:1.5;max-width:200px;text-align:center><span class=nodeLabel><p>True</p></span></div></foreignobject></g></g></g></g></g></svg> <span style=display:none>brtzq</span></div><h2 id=forks tabindex=-1>复刻 <a class=header-anchor href=#forks aria-label='Permalink to "复刻 {#forks}"'>​</a></h2><p class="p-off p-en sf-hidden">¥Forks<p>可以使用 &lt;&lt;fork&gt;&gt; &lt; 在图中指定一个分叉 &lt;join&gt;&gt;。<p class="p-off p-en sf-hidden">¥It is possible to specify a fork in the diagram using &lt;&lt;fork&gt;&gt; &lt;&lt;join&gt;&gt;.<div><h5>代码:</h5><div class=language-mermaid><button class=copy></button><span class=lang>mermaid</span><pre><code contenteditable=plaintext-only class=editable-code>   stateDiagram-v2
    state fork_state &lt;&lt;fork&gt;&gt;
      [*] --&gt; fork_state
      fork_state --&gt; State2
      fork_state --&gt; State3

      state join_state &lt;&lt;join&gt;&gt;
      State2 --&gt; join_state
      State3 --&gt; join_state
      join_state --&gt; State4
      State4 --&gt; [*]
</code></pre><div class=buttons-container><span>Ctrl + 回车键</span><span>|</span><button>运行 ▶</button></div></div></div><div><svg id=mermaid-164 width=100% xmlns=http://www.w3.org/2000/svg class=statediagram style=max-width:189.8125px viewBox="0 0 189.8125 402" role="graphics-document document" aria-roledescription=stateDiagram><style>#mermaid-164{font-family:"trebuchet ms",verdana,arial,sans-serif;font-size:16px;fill:#ccc}@keyframes edge-animation-frame{from{stroke-dashoffset:0}}@keyframes dash{to{stroke-dashoffset:0}}#mermaid-164 .edge-pattern-solid{stroke-dasharray:0}#mermaid-164 p{margin:0}#mermaid-164 .transition{stroke:lightgrey;stroke-width:1}#mermaid-164 .edgeLabel{background-color:hsl(0,0%,34.4117647059%);text-align:center}#mermaid-164 .label div .edgeLabel{color:#ccc}#mermaid-164 .node circle.state-start{fill:#f4f4f4;stroke:#f4f4f4}#mermaid-164 .node rect{fill:#1f2020;stroke:#ccc;stroke-width:1px}#mermaid-164 .nodeLabel{color:#e0dfdf}#mermaid-164 .statediagram-state 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style=display:none>jmh275j</span></div><h2 id=notes tabindex=-1>注意 <a class=header-anchor href=#notes aria-label='Permalink to "注意 {#notes}"'>​</a></h2><p class="p-off p-en sf-hidden">¥Notes<p>有时没有什么比便利贴更能表达这一点。状态图中也是如此。<p class="p-off p-en sf-hidden">¥Sometimes nothing says it better than a Post-it note. That is also the case in state diagrams.<p>在这里你可以选择将注释放在节点的右侧或左侧。<p class="p-off p-en sf-hidden">¥Here you can choose to put the note to the or to the a node.<div><h5>代码:</h5><div class=language-mermaid><button class=copy></button><span class=lang>mermaid</span><pre><code contenteditable=plaintext-only class=editable-code>    stateDiagram-v2
        State1: The state with a note
        note right of State1
            Important information! You can write
            notes.
        end note
        State1 --&gt; State2
        note left of State2 : This is the note to the left.
</code></pre><div class=buttons-container><span>Ctrl + 回车键</span><span>|</span><button>运行 ▶</button></div></div></div><div><svg id=mermaid-183 width=100% xmlns=http://www.w3.org/2000/svg class=statediagram style=max-width:724.712890625px viewBox="0 0 724.712890625 322" role="graphics-document document" aria-roledescription=stateDiagram><style>#mermaid-183{font-family:"trebuchet ms",verdana,arial,sans-serif;font-size:16px;fill:#ccc}@keyframes edge-animation-frame{from{stroke-dashoffset:0}}@keyframes dash{to{stroke-dashoffset:0}}#mermaid-183 .edge-pattern-solid{stroke-dasharray:0}#mermaid-183 p{margin:0}#mermaid-183 .transition{stroke:lightgrey;stroke-width:1}#mermaid-183 .edgeLabel{background-color:hsl(0,0%,34.4117647059%);text-align:center}#mermaid-183 .label div .edgeLabel{color:#ccc}#mermaid-183 .node rect{fill:#1f2020;stroke:#ccc;stroke-width:1px}#mermaid-183 .nodeLabel{color:#e0dfdf}#mermaid-183 .statediagram-state rect.basic{rx:5px;ry:5px}#mermaid-183 .note-edge{stroke-dasharray:5}#mermaid-183 .statediagram-note rect{fill:hsl(180,1.5873015873%,28.3529411765%);stroke:hsl(180,0%,18.3529411765%);stroke-width:1px;rx:0;ry:0}#mermaid-183 .statediagram-note .nodeLabel{color:rgb(183.8476190475,181.5523809523,181.5523809523)}#mermaid-183 :root{--mermaid-font-family:"trebuchet ms",verdana,arial,sans-serif}</style><g><defs><marker id=mermaid-183_stateDiagram-barbEnd refX=19 refY=7 markerWidth=20 markerHeight=14 markerUnits=userSpaceOnUse orient=auto><path d="M 19,7 L9,13 L14,7 L9,1 Z"></path></marker></defs><g class=root><g class=clusters><g class=note-cluster id=State1----parent><rect x=8 y=162 width=300 height=152 fill=none></rect></g><g class=note-cluster id=State2----parent><rect x=421.150390625 y=8 width=295.5625 height=104 fill=none></rect></g></g><g class=edgePaths><path d=M210.308,80L201.59,85.333C192.872,90.667,175.436,101.333,166.718,110.833C158,120.333,158,128.667,158,137C158,145.333,158,153.667,158,162C158,170.333,158,178.667,158,182.833L158,187 id=State1-State1----note-0 class="edge-thickness-normal edge-pattern-solid transition note-edge" style=fill:none></path><path d=M284.529,80L295.604,85.333C306.678,90.667,328.828,101.333,339.902,110.833C350.977,120.333,350.977,128.667,350.977,137C350.977,145.333,350.977,153.667,368.162,167.575C385.347,181.484,419.717,200.969,436.903,210.711L454.088,220.453 id=edge1 class="edge-thickness-normal edge-pattern-solid transition" style=fill:none marker-end=url(#mermaid-183_stateDiagram-barbEnd)></path><path d=M568.932,87L568.932,91.167C568.932,95.333,568.932,103.667,568.932,112C568.932,120.333,568.932,128.667,568.932,137C568.932,145.333,568.932,153.667,558.629,167.167C548.327,180.667,527.722,199.333,517.42,208.667L507.117,218 id=State2----note-2-State2 class="edge-thickness-normal edge-pattern-solid transition note-edge" style=fill:none></path></g><g class=edgeLabels><g class=edgeLabel><g class=label transform="translate(0, 0)"><foreignobject width=0 height=0><div xmlns=http://www.w3.org/1999/xhtml class=labelBkg style=display:table-cell;white-space:nowrap;line-height:1.5;max-width:200px;text-align:center><span class=edgeLabel></span></div></foreignobject></g></g><g class=edgeLabel><g class=label transform="translate(0, 0)"><foreignobject width=0 height=0><div xmlns=http://www.w3.org/1999/xhtml class=labelBkg style=display:table-cell;white-space:nowrap;line-height:1.5;max-width:200px;text-align:center><span class=edgeLabel></span></div></foreignobject></g></g><g class=edgeLabel><g class=label transform="translate(0, 0)"><foreignobject width=0 height=0><div xmlns=http://www.w3.org/1999/xhtml class=labelBkg style=display:table-cell;white-space:nowrap;line-height:1.5;max-width:200px;text-align:center><span class=edgeLabel></span></div></foreignobject></g></g></g><g class=nodes><g class="node statediagram-state" id=state-State1-1 transform="translate(243, 60)"><rect class="basic label-container" rx=5 ry=5 x=-85.34765625 y=-20 width=170.6953125 height=40></rect><g class=label transform="translate(-77.34765625, -12)"><rect></rect><foreignobject width=154.6953125 height=24><div xmlns=http://www.w3.org/1999/xhtml style=display:table-cell;white-space:nowrap;line-height:1.5;max-width:200px;text-align:center><span class=nodeLabel><p>The state with a note</p></span></div></foreignobject></g></g><g class="node statediagram-note" id=state-State1----note-0 transform="translate(158, 238)"><g class="basic label-container"><path d="M-115 -51 L115 -51 L115 51 L-115 51" stroke=none stroke-width=0 fill="hsl(180, 1.5873015873%, 28.3529411765%)"></path><path d="M-115 -51 C-68.5401039875889 -51, -22.080207975177814 -51, 115 -51 M-115 -51 C-46.1046243161325 -51, 22.790751367734998 -51, 115 -51 M115 -51 C115 -12.55178591567146, 115 25.89642816865708, 115 51 M115 -51 C115 -24.829567055888663, 115 1.3408658882226732, 115 51 M115 51 C58.714898885396885 51, 2.429797770793769 51, -115 51 M115 51 C68.59808658763002 51, 22.196173175260043 51, -115 51 M-115 51 C-115 17.04881517853498, -115 -16.90236964293004, -115 -51 M-115 51 C-115 24.141318540727628, -115 -2.717362918544744, -115 -51" stroke="hsl(180, 0%, 18.3529411765%)" stroke-width=1.3 fill=none></path></g><g class=label transform="translate(-100, -36)"><rect></rect><foreignobject width=200 height=72><div xmlns=http://www.w3.org/1999/xhtml style=display:table;white-space:break-spaces;line-height:1.5;max-width:200px;text-align:center;width:200px><span class=nodeLabel><p>Important information! You can write<br>notes.</p></span></div></foreignobject></g></g><g class="node statediagram-state" id=state-State2-2 transform="translate(485.041015625, 238)"><rect class="basic label-container" rx=5 ry=5 x=-30.953125 y=-20 width=61.90625 height=40></rect><g class=label transform="translate(-22.953125, -12)"><rect></rect><foreignobject width=45.90625 height=24><div xmlns=http://www.w3.org/1999/xhtml style=display:table-cell;white-space:nowrap;line-height:1.5;max-width:200px;text-align:center><span class=nodeLabel><p>State2</p></span></div></foreignobject></g></g><g class="node statediagram-note" id=state-State2----note-2 transform="translate(568.931640625, 60)"><g class="basic label-container"><path d="M-112.78125 -27 L112.78125 -27 L112.78125 27 L-112.78125 27" stroke=none stroke-width=0 fill="hsl(180, 1.5873015873%, 28.3529411765%)"></path><path d="M-112.78125 -27 C-30.075521189087056 -27, 52.63020762182589 -27, 112.78125 -27 M-112.78125 -27 C-42.86715111038312 -27, 27.04694777923376 -27, 112.78125 -27 M112.78125 -27 C112.78125 -15.702711276793798, 112.78125 -4.405422553587595, 112.78125 27 M112.78125 -27 C112.78125 -14.49439466572422, 112.78125 -1.9887893314484408, 112.78125 27 M112.78125 27 C24.529567336237662 27, -63.722115327524676 27, -112.78125 27 M112.78125 27 C37.84593162968672 27, -37.089386740626566 27, -112.78125 27 M-112.78125 27 C-112.78125 7.250243269038087, -112.78125 -12.499513461923826, -112.78125 -27 M-112.78125 27 C-112.78125 14.266256173444624, -112.78125 1.5325123468892485, -112.78125 -27" stroke="hsl(180, 0%, 18.3529411765%)" stroke-width=1.3 fill=none></path></g><g class=label transform="translate(-97.78125, -12)"><rect></rect><foreignobject width=195.5625 height=24><div xmlns=http://www.w3.org/1999/xhtml style=display:table-cell;white-space:nowrap;line-height:1.5;max-width:200px;text-align:center><span class=nodeLabel><p>This is the note to the left.</p></span></div></foreignobject></g></g></g></g></g></svg> <span style=display:none>chc9zc</span></div><h2 id=concurrency tabindex=-1>并发性 <a class=header-anchor href=#concurrency aria-label='Permalink to "并发性 {#concurrency}"'>​</a></h2><p class="p-off p-en sf-hidden">¥Concurrency<p>与在 plantUml 中一样，你可以使用 -- 符号指定并发性。<p class="p-off p-en sf-hidden">¥As in plantUml you can specify concurrency using the -- symbol.<div><h5>代码:</h5><div class=language-mermaid><button class=copy></button><span class=lang>mermaid</span><pre><code contenteditable=plaintext-only class=editable-code>stateDiagram-v2
    [*] --&gt; Active

    state Active {
        [*] --&gt; NumLockOff
        NumLockOff --&gt; NumLockOn : EvNumLockPressed
        NumLockOn --&gt; NumLockOff : EvNumLockPressed
        --
        [*] --&gt; CapsLockOff
        CapsLockOff --&gt; CapsLockOn : EvCapsLockPressed
        CapsLockOn --&gt; CapsLockOff : EvCapsLockPressed
        --
        [*] --&gt; ScrollLockOff
        ScrollLockOff --&gt; ScrollLockOn : EvScrollLockPressed
        ScrollLockOn --&gt; ScrollLockOff : EvScrollLockPressed
    }
</code></pre><div class=buttons-container><span>Ctrl + 回车键</span><span>|</span><button>运行 ▶</button></div></div></div><div><svg id=mermaid-196 width=100% xmlns=http://www.w3.org/2000/svg class=statediagram style=max-width:1193.703125px viewBox="0 0 1193.703125 573" role="graphics-document document" aria-roledescription=stateDiagram><style>#mermaid-196{font-family:"trebuchet ms",verdana,arial,sans-serif;font-size:16px;fill:#ccc}@keyframes edge-animation-frame{from{stroke-dashoffset:0}}@keyframes dash{to{stroke-dashoffset:0}}#mermaid-196 .edge-pattern-solid{stroke-dasharray:0}#mermaid-196 p{margin:0}#mermaid-196 .transition{stroke:lightgrey;stroke-width:1}#mermaid-196 .edgeLabel{background-color:hsl(0,0%,34.4117647059%);text-align:center}#mermaid-196 .edgeLabel p{background-color:hsl(0,0%,34.4117647059%)}#mermaid-196 .label div .edgeLabel{color:#ccc}#mermaid-196 .node circle.state-start{fill:#f4f4f4;stroke:#f4f4f4}#mermaid-196 .node 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-12)"><foreignobject width=135.03125 height=24><div xmlns=http://www.w3.org/1999/xhtml class=labelBkg style=display:table-cell;white-space:nowrap;line-height:1.5;max-width:200px;text-align:center><span class=edgeLabel><p>EvNumLockPressed</p></span></div></foreignobject></g></g><g class=edgeLabel transform="translate(250.546875, 274)"><g class=label transform="translate(-67.515625, -12)"><foreignobject width=135.03125 height=24><div xmlns=http://www.w3.org/1999/xhtml class=labelBkg style=display:table-cell;white-space:nowrap;line-height:1.5;max-width:200px;text-align:center><span class=edgeLabel><p>EvNumLockPressed</p></span></div></foreignobject></g></g></g><g class=nodes><g class="node default" id=state-divider-id-1_start-1 transform="translate(173.03125, 65)"><circle class=state-start r=7 width=14 height=14></circle></g><g class="node statediagram-state" id=state-NumLockOff-3 transform="translate(173.03125, 192)"><rect class="basic label-container" rx=5 ry=5 x=-51.76171875 y=-20 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-12)"><foreignobject width=142.65625 height=24><div xmlns=http://www.w3.org/1999/xhtml class=labelBkg style=display:table-cell;white-space:nowrap;line-height:1.5;max-width:200px;text-align:center><span class=edgeLabel><p>EvScrollLockPressed</p></span></div></foreignobject></g></g><g class=edgeLabel transform="translate(261.984375, 274)"><g class=label transform="translate(-71.328125, -12)"><foreignobject width=142.65625 height=24><div xmlns=http://www.w3.org/1999/xhtml class=labelBkg style=display:table-cell;white-space:nowrap;line-height:1.5;max-width:200px;text-align:center><span class=edgeLabel><p>EvScrollLockPressed</p></span></div></foreignobject></g></g></g><g class=nodes><g class="node default" id=state-id-du1ll0infwn-2_start-7 transform="translate(180.65625, 65)"><circle class=state-start r=7 width=14 height=14></circle></g><g class="node statediagram-state" id=state-ScrollLockOff-9 transform="translate(180.65625, 192)"><rect class="basic label-container" rx=5 ry=5 x=-55.57421875 y=-20 width=111.1484375 height=40></rect><g class=label transform="translate(-47.57421875, -12)"><rect></rect><foreignobject width=95.1484375 height=24><div xmlns=http://www.w3.org/1999/xhtml style=display:table-cell;white-space:nowrap;line-height:1.5;max-width:200px;text-align:center><span class=nodeLabel><p>ScrollLockOff</p></span></div></foreignobject></g></g><g class="node statediagram-state" id=state-ScrollLockOn-9 transform="translate(180.65625, 356)"><rect class="basic label-container" rx=5 ry=5 x=-54.03125 y=-20 width=108.0625 height=40></rect><g class=label transform="translate(-46.03125, -12)"><rect></rect><foreignobject width=92.0625 height=24><div xmlns=http://www.w3.org/1999/xhtml style=display:table-cell;white-space:nowrap;line-height:1.5;max-width:200px;text-align:center><span class=nodeLabel><p>ScrollLockOn</p></span></div></foreignobject></g></g></g></g></g></g></g></g></g></svg> <span style=display:none>5q5yq</span></div><h2 id=setting-the-direction-of-the-diagram tabindex=-1>设置图表的方向 <a class=header-anchor href=#setting-the-direction-of-the-diagram aria-label='Permalink to "设置图表的方向 {#setting-the-direction-of-the-diagram}"'>​</a></h2><p class="p-off p-en sf-hidden">¥Setting the direction of the diagram<p>对于状态图，你可以使用方向语句来设置图渲染的方向，如本例所示。<p class="p-off p-en sf-hidden">¥With state diagrams you can use the direction statement to set the direction which the diagram will render like in this example.<div><h5>代码:</h5><div class=language-mermaid><button class=copy></button><span class=lang>mermaid</span><pre><code contenteditable=plaintext-only class=editable-code>stateDiagram
    direction LR
    [*] --&gt; A
    A --&gt; B
    B --&gt; C
    state B {
      direction LR
      a --&gt; b
    }
    B --&gt; D
</code></pre><div class=buttons-container><span>Ctrl + 回车键</span><span>|</span><button>运行 ▶</button></div></div></div><div><svg id=mermaid-209 width=100% xmlns=http://www.w3.org/2000/svg class=statediagram style=max-width:430.5703125px viewBox="0 0 430.5703125 146" role="graphics-document document" aria-roledescription=stateDiagram><style>#mermaid-209{font-family:"trebuchet ms",verdana,arial,sans-serif;font-size:16px;fill:#ccc}@keyframes edge-animation-frame{from{stroke-dashoffset:0}}@keyframes dash{to{stroke-dashoffset:0}}#mermaid-209 .edge-pattern-solid{stroke-dasharray:0}#mermaid-209 p{margin:0}#mermaid-209 .transition{stroke:lightgrey;stroke-width:1}#mermaid-209 .edgeLabel{background-color:hsl(0,0%,34.4117647059%);text-align:center}#mermaid-209 .label div .edgeLabel{color:#ccc}#mermaid-209 .node circle.state-start{fill:#f4f4f4;stroke:#f4f4f4}#mermaid-209 .node rect{fill:#1f2020;stroke:#ccc;stroke-width:1px}#mermaid-209 .statediagram-cluster 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style=display:none>0ce2ns</span></div><h2 id=comments tabindex=-1>注释 <a class=header-anchor href=#comments aria-label='Permalink to "注释 {#comments}"'>​</a></h2><p class="p-off p-en sf-hidden">¥Comments<p>可以在状态图表中输入注释，解析器将忽略这些注释。注释需要独占一行，并且必须以 <code>%%</code>（双百分号）开头。注释开始后到下一个换行符的任何文本都将被视为注释，包括任何图表语法<p class="p-off p-en sf-hidden">¥Comments can be entered within a state diagram chart, which will be ignored by the parser. Comments need to be on their own line, and must be prefaced with (double percent signs). Any text after the start of the comment to the next newline will be treated as a comment, including any diagram syntax<div><h5>代码:</h5><div class=language-mermaid><button class=copy></button><span class=lang>mermaid</span><pre><code contenteditable=plaintext-only class=editable-code>stateDiagram-v2
    [*] --&gt; Still
    Still --&gt; [*]
%% this is a comment
    Still --&gt; Moving
    Moving --&gt; Still %% another comment
    Moving --&gt; Crash
    Crash --&gt; [*]
</code></pre><div class=buttons-container><span>Ctrl + 回车键</span><span>|</span><button>运行 ▶</button></div></div></div><div><svg id=mermaid-222 width=100% xmlns=http://www.w3.org/2000/svg class=statediagram style=max-width:116.10956573486328px viewBox="-21.758000373840332 0 116.10956573486328 364" role="graphics-document document" aria-roledescription=stateDiagram><style>#mermaid-222{font-family:"trebuchet ms",verdana,arial,sans-serif;font-size:16px;fill:#ccc}@keyframes edge-animation-frame{from{stroke-dashoffset:0}}@keyframes dash{to{stroke-dashoffset:0}}#mermaid-222 .edge-pattern-solid{stroke-dasharray:0}#mermaid-222 p{margin:0}#mermaid-222 .transition{stroke:lightgrey;stroke-width:1}#mermaid-222 .edgeLabel{background-color:hsl(0,0%,34.4117647059%);text-align:center}#mermaid-222 .label div .edgeLabel{color:#ccc}#mermaid-222 .node circle.state-start{fill:#f4f4f4;stroke:#f4f4f4}#mermaid-222 .node rect{fill:#1f2020;stroke:#ccc;stroke-width:1px}#mermaid-222 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fill=none></path></g></g></g><g class="node statediagram-state" id=state-Moving-4 transform="translate(53.796875, 182)"><rect class="basic label-container" rx=5 ry=5 x=-32.5546875 y=-20 width=65.109375 height=40></rect><g class=label transform="translate(-24.5546875, -12)"><rect></rect><foreignobject width=49.109375 height=24><div xmlns=http://www.w3.org/1999/xhtml style=display:table-cell;white-space:nowrap;line-height:1.5;max-width:200px;text-align:center><span class=nodeLabel><p>Moving</p></span></div></foreignobject></g></g><g class="node statediagram-state" id=state-Crash-5 transform="translate(53.796875, 272)"><rect class="basic label-container" rx=5 ry=5 x=-27.70703125 y=-20 width=55.4140625 height=40></rect><g class=label transform="translate(-19.70703125, -12)"><rect></rect><foreignobject width=39.4140625 height=24><div xmlns=http://www.w3.org/1999/xhtml style=display:table-cell;white-space:nowrap;line-height:1.5;max-width:200px;text-align:center><span class=nodeLabel><p>Crash</p></span></div></foreignobject></g></g></g></g></g></svg> <span style=display:none>p4ntw8</span></div><h2 id=styling-with-classdefs tabindex=-1>使用 classDefs 设置样式 <a class=header-anchor href=#styling-with-classdefs aria-label='Permalink to "使用 classDefs 设置样式 {#styling-with-classdefs}"'>​</a></h2><p class="p-off p-en sf-hidden">¥Styling with classDefs<p>与其他图表（如流程图）一样，你可以在图表本身中定义样式，并将该命名样式应用于图表中的一个或多个状态。<p class="p-off p-en sf-hidden">¥As with other diagrams (like flowcharts), you can define a style in the diagram itself and apply that named style to a state or states in the diagram.<p><strong>这些是状态图 classDef 的当前限制：</strong><p class="p-off p-en sf-hidden">¥<ol><li><p>不能应用于开始或结束状态<p class="p-off p-en sf-hidden">¥Cannot be applied to start or end states</p><li><p>不能应用于复合状态或复合状态内<p class="p-off p-en sf-hidden">¥Cannot be applied to or within composite states</p></ol><p>这些正在开发中，并将在未来版本中提供。<p class="p-off p-en sf-hidden">¥<p>你可以使用 <code>classDef</code> 关键字定义样式，该关键字是 "类定义" 的缩写（其中 "class" 表示类似于 CSS 类的内容），后跟样式名称，然后是一个或多个属性值对。每个属性-值对都是 <a href=https://www.w3.org/TR/CSS/#properties target=_blank rel=nofollow>有效的 CSS 属性名称</a>，后跟冒号 (<code>:</code>)，然后是一个值。<p class="p-off p-en sf-hidden">¥You define a style using the keyword, which is short for "class definition" (where "class" means something like a ) followed by and then one or more . Each is a followed by a colon () and then a <p>下面是只有一个属性-值对的 classDef 的示例：<p class="p-off p-en sf-hidden">¥Here is an example of a classDef with just one property-value pair:<div class="language-txt vp-adaptive-theme"><button title="Copy Code" class=copy></button><span class=lang>txt</span><pre class="shiki shiki-themes github-light github-dark vp-code" tabindex=0><code><span class=line><span>classDef movement font-style:italic;</span></span></code></pre></div><p>where<ul><li><p>样式名称是 <code>movement</code><p class="p-off p-en sf-hidden">¥the of the style is </p><li><p>唯一的属性是 <code>font-style</code>，其值是 <code>italic</code><p class="p-off p-en sf-hidden">¥the only is and its is </p></ul><p>如果你想要多个属性-值对，则可以在每个属性-值对之间放置一个逗号 (<code>,</code>)。<p class="p-off p-en sf-hidden">¥If you want to have more than one then you put a comma () between each <p>下面是一个包含三个属性-值对的示例：<p class="p-off p-en sf-hidden">¥Here is an example with three property-value pairs:<div class="language-txt vp-adaptive-theme"><button title="Copy Code" class=copy></button><span class=lang>txt</span><pre class="shiki shiki-themes github-light github-dark vp-code" tabindex=0><code><span class=line><span>classDef badBadEvent fill:#f00,color:white,font-weight:bold,stroke-width:2px,stroke:yellow</span></span></code></pre></div><p>where<ul><li><p>样式名称是 <code>badBadEvent</code><p class="p-off p-en sf-hidden">¥the of the style is </p><li><p>第一个属性是 <code>fill</code>，其值是 <code>#f00</code><p class="p-off p-en sf-hidden">¥the first is and its is </p><li><p>第二个属性是 <code>color</code>，其值为 <code>white</code><p class="p-off p-en sf-hidden">¥the second is and its is </p><li><p>第三个属性是 <code>font-weight</code>，其值为 <code>bold</code><p class="p-off p-en sf-hidden">¥the third is and its is </p><li><p>第四个属性是 <code>stroke-width</code>，其值为 <code>2px</code><p class="p-off p-en sf-hidden">¥the fourth is and its is </p><li><p>第五个属性是 <code>stroke</code>，其值为 <code>yellow</code><p class="p-off p-en sf-hidden">¥the fifth is and its is </p></ul><h3 id=apply-classdef-styles-to-states tabindex=-1>将 classDef 样式应用于状态 <a class=header-anchor href=#apply-classdef-styles-to-states aria-label='Permalink to "将 classDef 样式应用于状态 {#apply-classdef-styles-to-states}"'>​</a></h3><p class="p-off p-en sf-hidden">¥Apply classDef styles to states<p>有两种方法可以将 <code>classDef</code> 样式应用于状态：<p class="p-off p-en sf-hidden">¥There are two ways to apply a style to a state:<ol><li><p>使用 <code>class</code> 关键字将 classDef 样式应用于单个语句中的一个或多个状态，或者<p class="p-off p-en sf-hidden">¥use the keyword to apply a classDef style to one or more states in a single statement, or</p><li><p>使用 <code>:::</code> 运算符将 classDef 样式应用于状态，因为它在转换语句中使用（例如，使用往返另一个状态的箭头）<p class="p-off p-en sf-hidden">¥use the operator to apply a classDef style to a state as it is being used in a transition statement (e.g. with an arrow to/from another state)</p></ol><h4 id=class-statement tabindex=-1>1. <code>class</code> 声明 <a class=header-anchor href=#class-statement aria-label='Permalink to "1. `class` 声明 {#class-statement}"'>​</a></h4><p class="p-off p-en sf-hidden">¥ statement<p><code>class</code> 语句告诉 Mermaid 将命名的 classDef 应用于一个或多个类。形式为：<p class="p-off p-en sf-hidden">¥A statement tells Mermaid to apply the named classDef to one or more classes. The form is:<div class="language-txt vp-adaptive-theme"><button title="Copy Code" class=copy></button><span class=lang>txt</span><pre class="shiki shiki-themes github-light github-dark vp-code" tabindex=0><code><span class=line><span>class [one or more state names, separated by commas] [name of a style defined with classDef]</span></span></code></pre></div><p>以下是将 <code>badBadEvent</code> 样式应用于名为 <code>Crash</code> 的状态的示例：<p class="p-off p-en sf-hidden">¥Here is an example applying the style to a state named :<div class="language-txt vp-adaptive-theme"><button title="Copy Code" class=copy></button><span class=lang>txt</span><pre class="shiki shiki-themes github-light github-dark vp-code" tabindex=0><code><span class=line><span>class Crash badBadEvent</span></span></code></pre></div><p>以下是将 <code>movement</code> 样式应用于 <code>Moving</code> 和 <code>Crash</code> 两个状态的示例：<p class="p-off p-en sf-hidden">¥Here is an example applying the style to the two states and :<div class="language-txt vp-adaptive-theme"><button title="Copy Code" class=copy></button><span class=lang>txt</span><pre class="shiki shiki-themes github-light github-dark vp-code" tabindex=0><code><span class=line><span>class Moving, Crash movement</span></span></code></pre></div><p>这是显示使用示例的图表。请注意，<code>Crash</code> 状态应用了两种 classDef 样式：<code>movement</code> 和 <code>badBadEvent</code><p class="p-off p-en sf-hidden">¥Here is a diagram that shows the examples in use. Note that the state has two classDef styles applied: and <div><h5>代码:</h5><div class=language-mermaid><button class=copy></button><span class=lang>mermaid</span><pre><code contenteditable=plaintext-only class=editable-code>   stateDiagram
   direction TB

   accTitle: This is the accessible title
   accDescr: This is an accessible description

   classDef notMoving fill:white
   classDef movement font-style:italic
   classDef badBadEvent fill:#f00,color:white,font-weight:bold,stroke-width:2px,stroke:yellow

   [*]--&gt; Still
   Still --&gt; [*]
   Still --&gt; Moving
   Moving --&gt; Still
   Moving --&gt; Crash
   Crash --&gt; [*]

   class Still notMoving
   class Moving, Crash movement
   class Crash badBadEvent
   class end badBadEvent
</code></pre><div class=buttons-container><span>Ctrl + 回车键</span><span>|</span><button>运行 ▶</button></div></div></div><div><svg id=mermaid-428 width=100% xmlns=http://www.w3.org/2000/svg class=statediagram style=max-width:117.2814712524414px viewBox="-22.051000595092773 0 117.2814712524414 364" role="graphics-document document" aria-roledescription=stateDiagram aria-describedby=chart-desc-mermaid-428 aria-labelledby=chart-title-mermaid-428><title id=chart-title-mermaid-428>This is the accessible title</title><desc id=chart-desc-mermaid-428>This is an accessible description</desc><style>#mermaid-428{font-family:"trebuchet ms",verdana,arial,sans-serif;font-size:16px;fill:#ccc}@keyframes edge-animation-frame{from{stroke-dashoffset:0}}@keyframes dash{to{stroke-dashoffset:0}}#mermaid-428 .edge-pattern-solid{stroke-dasharray:0}#mermaid-428 p{margin:0}#mermaid-428 .transition{stroke:lightgrey;stroke-width:1}#mermaid-428 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style=font-style:italic!important transform="translate(-25.140625, -12)"><rect></rect><foreignobject width=50.28125 height=24><div style=font-style:italic!important;display:table-cell;white-space:nowrap;line-height:1.5;max-width:200px;text-align:center xmlns=http://www.w3.org/1999/xhtml><span style=font-style:italic!important class=nodeLabel><p>Moving</p></span></div></foreignobject></g></g><g class="node movement badBadEvent statediagram-state" id=state-Crash-5 transform="translate(54.08984375, 272)"><rect class="basic label-container" style=fill:#f00!important;stroke-width:2px!important;stroke:yellow!important rx=5 ry=5 x=-29.38671875 y=-20 width=58.7734375 height=40></rect><g class=label style=font-style:italic!important;color:white!important;font-weight:bold!important transform="translate(-21.38671875, -12)"><rect></rect><foreignobject width=42.7734375 height=24><div style=font-style:italic!important;color:white!important;font-weight:bold!important;display:table-cell;white-space:nowrap;line-height:1.5;max-width:200px;text-align:center xmlns=http://www.w3.org/1999/xhtml><span style=font-style:italic!important;color:white!important;font-weight:bold!important class=nodeLabel><p>Crash</p></span></div></foreignobject></g></g></g></g></g></svg> <span style=display:none>8uu1du</span></div><h4 id=-operator-to-apply-a-style-to-a-state tabindex=-1>2. <code>:::</code> 运算符将样式应用于状态 <a class=header-anchor href=#-operator-to-apply-a-style-to-a-state aria-label='Permalink to "2. `:::` 运算符将样式应用于状态 {#-operator-to-apply-a-style-to-a-state}"'>​</a></h4><p class="p-off p-en sf-hidden">¥ operator to apply a style to a state<p>你可以使用 <code>:::</code>（三个冒号）运算符将 classDef 样式应用于状态。语法是<p class="p-off p-en sf-hidden">¥You can apply a classDef style to a state using the (three colons) operator. The syntax is<div class="language-txt vp-adaptive-theme"><button title="Copy Code" class=copy></button><span class=lang>txt</span><pre class="shiki shiki-themes github-light github-dark vp-code" tabindex=0><code><span class=line><span>[state]:::[style name]</span></span></code></pre></div><p>你可以在使用类的语句内的图表中使用它。这包括开始和结束状态。例如：<p class="p-off p-en sf-hidden">¥You can use this in a diagram within a statement using a class. This includes the start and end states. For example:<div><h5>代码:</h5><div class=language-mermaid><button class=copy></button><span class=lang>mermaid</span><pre><code contenteditable=plaintext-only class=editable-code>stateDiagram
   direction TB

   accTitle: This is the accessible title
   accDescr: This is an accessible description

   classDef notMoving fill:white
   classDef movement font-style:italic;
   classDef badBadEvent fill:#f00,color:white,font-weight:bold,stroke-width:2px,stroke:yellow

   [*] --&gt; Still:::notMoving
   Still --&gt; [*]
   Still --&gt; Moving:::movement
   Moving --&gt; Still
   Moving --&gt; Crash:::movement
   Crash:::badBadEvent --&gt; [*]
</code></pre><div class=buttons-container><span>Ctrl + 回车键</span><span>|</span><button>运行 ▶</button></div></div></div><div><svg id=mermaid-448 width=100% xmlns=http://www.w3.org/2000/svg class=statediagram style=max-width:117.2814712524414px viewBox="-22.051000595092773 0 117.2814712524414 364" role="graphics-document document" aria-roledescription=stateDiagram aria-describedby=chart-desc-mermaid-448 aria-labelledby=chart-title-mermaid-448><title id=chart-title-mermaid-448>This is the accessible title</title><desc id=chart-desc-mermaid-448>This is an accessible description</desc><style>#mermaid-448{font-family:"trebuchet ms",verdana,arial,sans-serif;font-size:16px;fill:#ccc}@keyframes edge-animation-frame{from{stroke-dashoffset:0}}@keyframes dash{to{stroke-dashoffset:0}}#mermaid-448 .edge-pattern-solid{stroke-dasharray:0}#mermaid-448 p{margin:0}#mermaid-448 .transition{stroke:lightgrey;stroke-width:1}#mermaid-448 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style=font-style:italic!important transform="translate(-25.140625, -12)"><rect></rect><foreignobject width=50.28125 height=24><div style=font-style:italic!important;display:table-cell;white-space:nowrap;line-height:1.5;max-width:200px;text-align:center xmlns=http://www.w3.org/1999/xhtml><span style=font-style:italic!important class=nodeLabel><p>Moving</p></span></div></foreignobject></g></g><g class="node movement badBadEvent statediagram-state" id=state-Crash-5 transform="translate(54.08984375, 272)"><rect class="basic label-container" style=fill:#f00!important;stroke-width:2px!important;stroke:yellow!important rx=5 ry=5 x=-29.38671875 y=-20 width=58.7734375 height=40></rect><g class=label style=font-style:italic!important;color:white!important;font-weight:bold!important transform="translate(-21.38671875, -12)"><rect></rect><foreignobject width=42.7734375 height=24><div style=font-style:italic!important;color:white!important;font-weight:bold!important;display:table-cell;white-space:nowrap;line-height:1.5;max-width:200px;text-align:center xmlns=http://www.w3.org/1999/xhtml><span style=font-style:italic!important;color:white!important;font-weight:bold!important class=nodeLabel><p>Crash</p></span></div></foreignobject></g></g></g></g></g></svg> <span style=display:none>gcgxz</span></div><h2 id=spaces-in-state-names tabindex=-1>状态名称中的空格 <a class=header-anchor href=#spaces-in-state-names aria-label='Permalink to "状态名称中的空格 {#spaces-in-state-names}"'>​</a></h2><p class="p-off p-en sf-hidden">¥Spaces in state names<p>可以通过首先使用 id 定义状态然后稍后引用该 id 来将空格添加到状态中。<p class="p-off p-en sf-hidden">¥Spaces can be added to a state by first defining the state with an id and then referencing the id later.<p>在以下示例中，有一个状态，其 ID 为 yswsii，描述为“你的状态”，其中包含空格。定义后，yswsii 在图中的第一个转换 (<code>[*] --&gt; yswsii</code>) 以及到 YetAnotherState (<code>yswsii --&gt; YetAnotherState</code>) 的转换中使用。（yswsii 的风格与其他状态有所不同。）<p class="p-off p-en sf-hidden">¥In the following example there is a state with the id and description . After it has been defined, is used in the diagram in the first transition () and also in the transition to (). ( has been styled so that it is different from the other states.)<div><h5>代码:</h5><div class=language-mermaid><button class=copy></button><span class=lang>mermaid</span><pre><code contenteditable=plaintext-only class=editable-code>stateDiagram
    classDef yourState font-style:italic,font-weight:bold,fill:white

    yswsii: Your state with spaces in it
    [*] --&gt; yswsii:::yourState
    [*] --&gt; SomeOtherState
    SomeOtherState --&gt; YetAnotherState
    yswsii --&gt; YetAnotherState
    YetAnotherState --&gt; [*]
</code></pre><div class=buttons-container><span>Ctrl + 回车键</span><span>|</span><button>运行 ▶</button></div></div></div><div><svg id=mermaid-467 width=100% xmlns=http://www.w3.org/2000/svg class=statediagram style=max-width:414.6171875px viewBox="0 0 414.6171875 298" role="graphics-document document" aria-roledescription=stateDiagram><style>#mermaid-467{font-family:"trebuchet ms",verdana,arial,sans-serif;font-size:16px;fill:#ccc}@keyframes edge-animation-frame{from{stroke-dashoffset:0}}@keyframes dash{to{stroke-dashoffset:0}}#mermaid-467 .edge-pattern-solid{stroke-dasharray:0}#mermaid-467 p{margin:0}#mermaid-467 .transition{stroke:lightgrey;stroke-width:1}#mermaid-467 .edgeLabel{background-color:hsl(0,0%,34.4117647059%);text-align:center}#mermaid-467 .label div .edgeLabel{color:#ccc}#mermaid-467 .node circle.state-start{fill:#f4f4f4;stroke:#f4f4f4}#mermaid-467 .node rect{fill:#1f2020;stroke:#ccc;stroke-width:1px}#mermaid-467 .nodeLabel{color:#e0dfdf}#mermaid-467 .statediagram-state 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